What Is the Time Signature of the Ominous Electronic Score of The Terminator?
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So many people have a hard time picking out the meter, because they are still using an incorrect assumption: that time (meter/tempo/beats/etc) in music is regular/consistent - or even well-defined in the first place.
The important part to remember, when speaking of time-signatures, meter, and music theory in general, is that what's written (or even what was intended by a composer) is only a guide. They've drawn a model on the page, that is intended to help express how you go about playing a song, but just as "the map is not the territory", a quarter-note is not necessarily 1/4 of a measure in time[2].
This used to be more explicit in the Baroque era: you would see very simple notation on the page, and the performer was supposed to infer (and ad-lib their own) "embellishments" or "ornaments"[3] as they played.
This doesn't apply to all music, and some songs would not work without their strict, mechanical interpretation of meter. Of particular note is "martial music"[4], which is often quite regular/low-rubato, and the Terminator theme has some march-like qualities such as its iconic sharp-beats. Martial music could be appropriate for Terminator's subject matter, too. Instead, we get a really-modern[5] song that was likely performed directly, skipping the sheet music step entirely. That's the thing about music; you can't really shove it all in to nice, neat pidgen-holes, and if you could, some artist would just go and write a song that broke everything, for the lulz.
As the article mentions a Prophet-10, you also have to take into the considerations of the hardware involved, and how that influences everything, in large and/or subtle ways. If you're interested in the topic of how hardware and creativity are intertwined, LFT (Linus Akesson) gave a very interesting talk on the subject: "Poems for bugs"[6].
[0] There are other acceptable interpretations, of course, but that makes no difference.
[1] http://en.wikipedia.org/wiki/Tempo_rubato
[2] Also measures/bars don't necessarily have the same time either, and the frequency of a note (on instruments that allow it) can vary as well.
[3] http://en.wikipedia.org/wiki/Ornament_%28music%29#Western_cl...
[4] http://en.wikipedia.org/wiki/Martial_music
[5] "Is it modern?" ~Emperor Joseph II, in Amadeus
[6] http://www.linusakesson.net/programming/poems-for-bugs/index...
The composer didn't "enter 13/8 into the sequencer's time signature." He recorded a sequence, then hit "repeat" at an inopportune moment which, serendipitously, led to the effect he was looking for. We take for granted setting time signatures as an absolute act framing the subsequent content inserted therein; wasn't so neat & tidy back then.
Because we take certain automatic framing processes for granted (to a near-exestential degree), we cannot create such art without great deliberative effort, and have great difficulty understanding why such art happened when it did.
The rest of your comment has nothing to do with the article or the song. It's just you rambling on an unrelated tangent about music theory in general.
Back before formalised sheet music we had a better timing resolution apparently. Lots of music was lost in the adoption. Some folk players I know tend to avoid formalising anything and just playing entirely by ear with no sense of timing at all. Always sounds good.
Personally my timing is awful. Whether or not that sounds better or not is up to the listener to decide :)
http://www.halfstepup.com/articles/odd-time-signatures-in-co...
Another great one is Radiohead's "Pyramid Song": https://www.youtube.com/watch?v=zbKQPqs-cqc It's in (3+3+4+3+3)/16 (depending on how you interpret it), and it's one of the hardest songs to count, as the last note is swung and deceptive. But it's a great composition.
http://cloud.freehandmusic.netdna-cdn.com/preview/530x4/warn...
Counting the drums, to my ear, gives (5+4+4+3)/4, not 4/4. But admittedly, those could be counted differently.
I definitely disagree completely that this song is in 4/4, though the exact groupings can be tough to determine.
The second half of the song includes a section in which the drummer maintains a 3/4 waltz beat while Dave improvises over top, seamlessly moving between the 3/4 waltz and a 4/4 swing.
I don't know of any other similar performances, but would be interested if anybody can recommend some.
[1] https://play.spotify.com/track/6qNWmjlMAW503WLZLfjUba
[Edit] Having just listened to it a second time, it's actually more interesting. The drummer is playing a kind of 6/8 but using the hi-hat on every other beat. The bass player is placing notes on beats 1 and 4, and Paul Desmond and Dave are improvising on top. I'd be interested in others' assessment of what's happening in that second part of the song though.
You're right that the time signature is effectively 22/8. Our charts were written in 12/8+10/8 alternating (22 beats) but there were 4 bars of 12/8 and one of 8/8 at the end of the verses. I think the solo sections were mostly 12/8.
The song works best if the whole band feels the accented rhythms, rather than explicitly counting everything. But when it comes together, it is a powerful piece of music.
(Pete Zeldman/Enigma)
I've always loved odd time sigs. I recently got turned on to Indian classical tabla music, which is utterly ridiculous.. I'd say the gap in complexity vs the above is comparable to 22/8 vs 4/4.
It's kind of like creating music that repeats every π (pi) beats, and people arguing if the time signature is 25/8 or 22/7. (Actually that might be an interesting piece of music.)
> "[Study] No. 40" for two non-synchronized pianos, version for player piano (punching score) by Conlon Nancarrow contains the mathematical constant e beats of pi.
[0] http://en.wikipedia.org/wiki/List_of_musical_works_in_unusua...
Edited to rephrase this as a question as I'm not so sure any more :p
If it were 13/8, wouldn't each bar would comprise two 'patterns' (forgot the correct term) with the second beginning halfway between beats 6 and 7? IMO makes less sense than it beginning at the start of a bar of 13/16.
But fractional top numbers in the time signature basically don't exist -- this is the first time I've come across something that feels like that -- hence why it's so hard to pin down.
1 & -- & 3 -- 4 & -- -- 6 7
I hear that through the entire track, and counting with 7/8 has each new bar starting nicely on the first eighth note.
My vote is 7/8.
1 (2) . 4 (5) . 7 (8) . 10 . 12 .
where 1, 4, 7, 10, and 12 are strong notes, (2), (5), and (8) are weak notes, and the others are rests.
Try counting "1 2 3 1 2 3 1 2 3 1 2 1 2" and you'll find that it fits perfectly.
X__X__X__X_X_
Notice how the four first notes each have 2 rests between them? That's not what is in the audio. The groups of two are delayed. The actual counting pattern is: 123 123 1234 12 12
X__X__X___X_X_
Putting the second unaccented note in gets:
XX_XX_XX__X_X_
The correct rhythm is:
| 1e_a 2_+a __+_ 4_ | 1e_a 2_+a __+_ 4_ |
7/8
If you're playing it hand to hand, try this: RRL RRL RRLL RLRL
Try it to a metronome, it's about 212BPM
How can this not be an exact measure of a time signature, since you can pick an arbitrary amount of time, loop it and subdivide it into parts?
Then you can play it slower or faster, that's the tempo.
Notice that it's just about the rythm of a song. The actual notes you can place on it wherever you feel. Of course you want them to match some subdivision for them to feel "right" but often intentionally shifted for expressivity (swing).
Some standard signatures are:
4/4 - Bars of 4 beats naturally divided in two (most songs)
3/4 - Bars of 3 beats naturally divided in two (waltz)
2/4 - Bars of 2 beats naturally divided in two (march)
12/8 - Bars of 4 beats naturally divided in three (used in blues)
The /4 or /8 difference is moot. It's the duration of the beat, but you can compensate it with tempo.
It's 7/8.
So yeah, 13/16 (or 13/8) is about correct.
Oh god. I hate it when editors do this.
I can't think of any musicians who find this any easier -- quiet the contrary. I think this practice originated in the early days of typeset music, when there were letter blocks available for 5/4 and 6/4 but not for 11/4.
Whichever way it's printed, we just pencil "3 + 2 + 3 + 3" into our parts anyway...
> “DAH-doonk, dah-doonk, dah-doonk, gonk gonk.”
That would actually be the Terminator 2 soundtrack. The soundtrack from The Terminator would go “DAH-doonk, doonk, dah-doonk, gonk gonk.”; i.e. 2-1-2-2 instead of 2-2-2-2.
(Yes, this annoyed me back when Terminator 2 came out. Why, yes, I am old.)
I checked the cd version I have in cubase with a click track playing the accents: it's 13/8 (3+3+3+2+2), 194 bpm. You can hear the click being stable throughout, without any adjustments (ok, it might be .0x off due to slightly different midi timing from Cubase and his gear) - if this weren't the tempo/meter, it would drift a lot.
The reason for the confusion is probably the sloppy/free live playing in some of the lines. I imagine he had a click track or some quantised line running (like the opening percussion), and played the rest live (even the percussion/string hits in the middle, that sound a bit rushed and sloppy).
I think the whole 8ths/16ths etc about how the score should be are irrelevant in electronic music, unless you were to transcribe it for someone to play.
And the tempo is definitely faster than 194 - it's closer to 212. Are you sure your brother listened to the right track?
The groupings of 2 are delayed, but not by a full 16th note. So it's neither straight 7/8 nor straight 13/16, but a bit in between. Definitely much closer to the 13/16 others are saying, but with enough of a hesitation that a 16th note grid doesn't actually line up. 13.1/16?
Times between notes:
1st accent to 2nd accent: 0.470 seconds
2nd accent to 3rd accent: 0.470 seconds
3rd accent to 4th accent: 0.500 seconds
4th accent to 5th accent: 0.313 seconds
5th accent to 6th accent: 0.306 seconds
https://www.youtube.com/watch?v=dpwWYOE3Y9o&feature=kp
Are we talking about another?
He checked again. If we're being pedantic, 13/8 at 194.086 bpm is more accurate once you line up the more percussive elements in the middle of the track with a downbeat in the sequencer properly.
The actual tempo was probably 194 bpm, and the slight deviation has something to do with equipment or the transfer (tape speed, midi timing, whatever). Also consider the unquantised playing, slower attack times in some sounds, his gear etc. I wouldn't be surprised if a contemporary classical composer thought "You know what, no one's done a 13.1/16 piece - I bet it would be amazing. Such inspiration. Much genius", but I don't think that applies here. No reason to complicate things.
He made an mp3 with a ride cymbal doing the opening pattern throughout the track; 13/8 no tempo alterations, at 194.086 bpm, and it's pretty much spot on.
Because I can't remember how to phrase an up beat in an */8 time signature, think in terms of 7/4 for a moment. You can clearly hear the repeating percussion pattern on these notes throughout the entire track:
1 & [rest on 2] & 3 4 & [rest on 5] 6 7
I distinctly hear 7 downbeats each bar.
The reason that it can sound so close to 7/8 is because 7/8 = 14/16, which is only one sixteenth off of 13/16.
Are you referring to the opening note of the track? I'd argue that's a pickup note.
Edit: Either way, I just tapped out to 13/16 and see how that fits perfectly. Thanks for explaining.
I nailed it counting loops of 1234 1234 1234 1
I've noticed the place you're most likely to hear 'odd' time signatures (other than prog music) is in scores.
If you want to drill yourself on a bunch of different examples of this - 11, 13, 17, whatever - go listen to Balkan folk music.
Here's a great blog that used to have regular posts on matters regarding peculiar meters: http://oddtimeobsessed.blogspot.co.uk/
https://www.youtube.com/watch?v=lFoYsqVqDcU Hells Bells by Bill Bruford
http://www.youtube.com/watch?v=S7S-RhlG1bk
and this is apparently a transcription of one of the following parts in some sort of drumming tablature
H |------|----|--------|----|---X--|----|--------|----|---X--|----|----------|
t |o-----|o---|o---o---|o---|o-----|o---|o---o---|o---|o-----|o---|o---o---o-|
S |-ooo--|--O-|-o---O--|--O-|-oooo-|--O-|-o---O--|--O-|-oo--o|--O-|-o---O----|
B |o-oo-o|o---|o-oo---o|o---|o-oo-o|o---|o-oo---o|o---|o-oo-o|o---|o-oo---oo-|
Hf|----x-|----|--------|-x--|----x-|----|--------|-x--|----x-|----|----------|
___1tl2tl|1 2 |1tl2tl3 |1 2 |1tl2tl|1 2 |1tl2tl3 |1 2 |1tl2tl|1 2 |1tl2tl3 4 |
C |X----------|------|-----------|------|-----------|------|-----------|----X-|
H |---X-------|------|---X-------|------|---X-------|------|---X-------|------|
t |-------o---|o-----|o------o---|o-----|o------o---|o-----|o---oo-o---|o-----|
S |-oo-ooo--O-|-o--O-|-oo-ooo--O-|-o--O-|-oo-ooo--O-|-o--O-|-oo---o--O-|-o--O-|
B |o--o--oo---|o-oo--|o-oo--oo---|o-oo--|o-oo--oo---|o-oo--|o-oo--oo---|o-oo--|
Hf|----x------|------|----x------|------|----x------|------|----x------|------|
___1tl2tl3tl4 |1 2 3 |1tl2tl3tl4 |1 2 3 |1tl2tl3tl4 |1 2 3 |1tl2tl3tl4 |1 2 3 |
w.t.f.Xx-Xx-Xx-0–0–
The 0–0– section is half as long as Xx-Xx-Xx-.
Akin to a polyrhythm, but serial rather than parallel.